“…At the domain top and bottom surface, a slip type boundary condition (∂u/∂y = 0 and v = 0) was applied. Further details of the numerical schemes used to discretize the governing equations and justification of the considered domain size can be found in Haque et al [5,12]. OpenFOAM was used as a solver in the present investigation.…”
“…At the domain top and bottom surface, a slip type boundary condition (∂u/∂y = 0 and v = 0) was applied. Further details of the numerical schemes used to discretize the governing equations and justification of the considered domain size can be found in Haque et al [5,12]. OpenFOAM was used as a solver in the present investigation.…”
“…Details of the computational domain used in simulations are given in Figure 2. For a 2D analysis, Best Practice Guidance suggests that the extent of the computational domain should be based on the depth (D) of the building in plan-view to ensure that the interaction of boundaries with the structure is minimized [12]. The chosen upstream and downstream model dimensions are based on the recommended minimum values of 5D and 10D, respectively [7,13].…”
Section: Computational Domainmentioning
confidence: 99%
“…The chosen upstream and downstream model dimensions are based on the recommended minimum values of 5D and 10D, respectively [7,13]. Furthermore, the distance from the top and bottom boundaries and the outside of the structure should not be less than 6D [12], and so the height of the domain was chosen to equal 13D. In terms of blockage ratio-the combined length of the building's width and the fin's depth 'd', as a proportion of the height of the domain-the assigned problem has a maximum of 7.7% (where the façade configuration has the fin connected directly to the building, 'g' = 0 mm), which satisfies the acceptable upper limit of less than 10% [6].…”
Section: Computational Domainmentioning
confidence: 99%
“…The size of cells required at the building surface should be less than width/100 or a reduction in scale equal of 300 times the cell size [21]. A structured mesh ( Figure 3) with a growth rate of 1.1 was used [12] to meet the demand of modeling near wall behavior by placing the smallest dimensioned cells in contact with the walls, and then applying a linearly increasing growth rate on each cell that extends further out. This factor represents an improvement on the value of 1.3 recommended in general for wind engineering [9,10].…”
Section: Meshmentioning
confidence: 99%
“…The non-dimensional wall distance, Y-plus (Y + ), is an important measure of mesh quality at wall features within the computational domain. For values less than 5, modeling takes account of turbulence dampening at the viscous sub-layer [12]. However, with the application of WMLES, turbulence was resolved directly at wall regions where Y + < 300 [23,24].…”
This paper uses Computational Fluid Dynamics (CFD) to determine wind pressures on façades for the purpose of efficient design of these elements. An outstand fin arrangement was modeled where local brackets are used to protrude the fins from the building. A parametric study, for both changes in the length of the bracket and the fin, was derived from CFD simulations with 1-in-50-year storm conditions adopted throughout. Further simulations are performed for revised wind directions that ensure all fins are equally exposed to oncoming winds. In total, 15 models are created to act as a representative sample of the total number of possible configurations. Peak values for pressure are used to calculate forces and moments on the fins. These wind loading results were then used to interpolate the values for the remaining façade geometries. From interpreting the trends that are apparent in the relationship of fin size and bracket length to efficient loading, a set of design criteria is established. The optimal façade design is defined, based on placing equal importance onto minimizing the force along the fin’s length and the moment acting at the fin-bracket connection. The performance of some façade elements is shown to worsen the effects of the wind, relative to other designs, with the potential for very negative consequences. Wind direction is shown to have a significant effect on loading, with the magnitude of wind pressures reduced considerably for the worst affected fin, if the sheltering effect is absent between the fins.
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